Consider a bowler throwing a bowling ball, of radius R and mass M, down the lane with initial speed V. The ball is thrown such that it initially (t=0) slides, with initial speed Vā, for a certain distance x before it starts to roll. It is not rotating at all when it first hits the lane, its motion being pure translation. While sliding, it begins to rotate, and eventually rolls without slipping. The coefficient of kinetic friction between the ball and the lane is . Assume the bowling ball is solid. (a) How long does it take for the bowling ball to start rolling without skidding? (b) Find x, the distance it slides. (c) How many revolutions, 0, does it make before it starts to roll?
Consider a bowler throwing a bowling ball, of radius R and mass M down the lane with initial speed Vo.The ball is thrown such that it
initially (t.=0) slides,with initial speed Vo,for a certain distance x before it starts to roll.It is not rotating at all when it first hits the lane its motion being pure translation.While sliding,it begins to rotate, and eventually rolls without slipping.The coefficient of kinetic friction between the ball and the lane is k.Assume the bowling ball is solid (a How long does it take for the bowling ball to start rolling without skidding?(bFind x,the distance it slides.(c)How many revolutions 0does it make before it starts to roll?